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") format("woff");
}
.stl_07 {
	font-size: 1.17em;
	font-family: "THUCHD+KaiTi_GB2312", "Times New Roman";
	color: #000000;
}
.stl_08 {
	line-height: 1em;
}
.stl_09 {
	letter-spacing: 0.0028em;
}

.stl_ie .stl_09 {
	letter-spacing: 0.0533px;
}
@font-face {
	font-family:"HTWEIE+Times New Roman Bold";
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CxCaMZitpgsRouedrocLkJ7PT6P36OjCdZhPdbRdUpCIXSQlwdQ3AAiYHcP4FoKhGQTB3DEUjOAPC6wFAyW9kWsibqV8TAawSPYYbCRiByviWvctVQJdbsoTrsHhmma56pstuRadOfz8n0Htww8v7peUjqa3/vR+NvprspVvTnubVW8MZ+DbU02eetocvStU/fu23Rncc3I4Zf/fvHwyz9/9PW/4TtXPdYY9kROL/67cm1gXTrcOgZJsmnpI6qHGkJRLF5ErqWpsyZzJlBa1vSKtoJW+8Cw+Ez+nL3bt9f1mG+/fyZgHOKHhEl+Upjhj9HHrUfcv3e/5TfTLhTvcnUGplx73Hv9jwQu6F8PmlPxwdAEPW4d9++1X2INLTZeiIqon4gYcs+hgimd4AUbtVPU2XY6TXh7ise8bziO40LshxdxUzVPIAhMrDlkJuZur3e++59F/9llqwz0FxeK3XNVPvl8/tP5MubK82XE/bExffOtk6ebjMBx1BWgrZa4O2Y0GUyE9setLnMM0QEQjMcWQyYfFcPLHNUpysMP4+IIKo5UKcN8JA500Aba6RC03Gpx0nREjkIeClEt37Qpqqem/vNnH3q/sbBt9qdTH4yPfnXkL5WTF97CfVf2v7DNG04ZqKFKXWn24PgzF1+rfHB4eGZsYuiX+MbSFbztckc01QyEbK7sIAeBEAFtVGunbRdY0qJ/ljxlOk6OmCh8BeksV6x2q8UCFS7tYA0hQ8qgM5QIlC+Vw9wW+66nPQq3UIRCstDOwbUS4VA0itgJ8A0QT4Lb5XbGEQ/l7uBg45p4uufmTPGLymm8nhpKrunsf+Jk5XeVDyulu27MNm3C/8FrsIrLgM0L2Pqq2Darck4/TT3Kllj90+Sw6Sg5YdIDOjuggzrNGcIrqPgNGioH1G2LxZq2b54BdPNVYFWQ30Fnz+YgxHM8RyDysy4NnXewsatmGRzeUDld2ZFc29n/+Cnchmvxuiq4irXyRuU3FTuAI0sfkQKA06EchBPGBaJzEKJDOowJozuJfBQ+Ser1b6zVEJShXHSXUaG90D5NJZXd3CxUVhzBpFDpmsK/poa+Gaf2waY7l67pJdg0jxvUvCfdk5iQdLQNm1iDQqc9rFtpYBUuwafksBKtz9XllLsTM4mZuhOZUt2ljD3//wj/vupE/WwulCO5E42iGOwPi6FwCIdK+MfqjcF+5ON8xHfCmVBYY5xlWDbABFj9ODueeI49wpxnZllaSbCMPkJlG3WRrNO0AW/Hu/BDeD+mcA+Kc3ESL2FOtQm+VSpjzaxijSEjMcLUuVBj0ttWwvnTvVoGzXfPlYvrOQV+vji37H3enYcY54V8Po+4T7UWtJI5ml01T9Ok67ZeNaxjdCyJJeLKTuYe9n5mkt2b2KMcYl9lXmfeZN5krZArfRqXIxBq9uV0cTog1KqX06GvFjkthyJ88//6U7wmSb7TsVp0V5iE+PEjOyacopp65bNbN1e+uqqObkmHfG1CLFb/7ZPDe5oHH7n4Us9n52/oSE37fUEr5FT7K+/+YF1DJJWUbhsbHNz7ype+qKM2QdCHH9+/Kd2/qXPr1PPbX5rjLJ3h1UBqAo4Ig9QtKIc3qKNBjhEKTBCbgg8ESbp1bW5j6zH0B0TFAjk8gSYCE+JeNB2YFg+Lx8V/id+IluHWa60kJITsIQcX5WIUK7B21oGiKGbK0eawSGTZFxYFWU62iXFZZsIiL0dCbWJMjqTCYlaOlJYeVbuQGAjDIaY24HcEAn6UyyHUIAYdEBoI58SALoR9KJclmMRjYkDg4XDT0urnfNjXYX6X+QdDGF8r9DLVFAhmqoBatRptcroyrcFQbSqpPeO1Z8lrSXI5+V6SJL0trSV821lp9binhOv3KMr6+eKo0t692A7xMKosFMEstnshEFIeSAxtaFKLDMGdN04nFQrSBLSnaigepTq0E0lxVCuUaETBWHJqPQuqJO8AQpudUrbauXJZHrKLd2gsa3OuXHUO+I9EspLuPTxMauvbo16Wca3J1y+2L9uLX3sWP6esPcVK2tawvpYh8FAhdfgd3YMxp03y3HX9J4OZmhjYsmeHrvytor96fe2d7qZCLIZDmRSzVdd/d3NNDCgXoc09A5RLeOSMIEilpa/PWPOaUicseS4QYLmAKLLWNtEoy/6w6JZl0iYa5AgfFl23RJDESUQSw6LEBdyYFcUOhB1QgEW/jHjWhrHoloxGgwERt8vImjCptbFWvB1OMrs3RnCE42sDyI83+jHy7/IT/24ZONCScaQ4qvm/W+tdVQsVtIqkVUdIx6rn8yCmbUllWr97FsGkh4OcvFzUPD/Nte+eneZmsUaCduhBS6dUxZ5FLMe2oNHwsDQVnpKeRAfYA+ED0jl0TrLqw3qpTl/DyPY6H82VlraesWdBHVXtQlaPEefAHHcAvxg4xZ0KGBF8BY8Ulb6ubb3nOaPDX4Cl11ST4Ckgo81eQKWlz1fuWEeBLS19chbWgP7rGZu7UO2aCpx5+jDmMzVxQ1Zy2oiT16JgOTByEAA1UACyuEJ+FkmP4MtbVkny9aGhteFKaLhXVG7ooG65foGsu19pI7EYE9lwx7fP6O+5/tLYZuC3/17dr6I5mcT+C6HQ9vEAeNpjYGQAg3kcS+bH89t85ZDkAPOfVPzXhtG/O/8mCjBwFDEwMrABMVAHAE+xDDQAeNpjYGRgYFf85wokexkY/v9iz2BAB9wAa/EEdAJYAAAEAAAhBAAASgXHAFECAAAAAqoAUgKqABkCOQACBHMAageNACkFxwAdeNpjYAADCwYGxg4GBuZYBgaWdxDM2sXAwKYOxDUMDByBDAxcLgwMPEoAdsMFGQAAAAEAAAALEAAEAAD/AP8AAgAQAC8A/wAACJsTaAD/AB542p2RQWrCQBiF32iU1pYuS8GF2RslERK1q1YI6EIRTZUuI2YRMRkwi5ygZ+gtehOXvU/fxCEtXWThhMn/zXv/m4EZAA/4goAaAu3ir0YNBlcXrpM6mpX6rLmBe7xpbuIRoeYWTORMCeOWiodPzTXc4Ky5Tv1bswFP3Glu4Em8am7CEu+aW3gRH9Ng68/8bhAnUWYuotxcySRMzYk87tWssCusTXTKYpmaw77tFj7twl2ue8qfB/9SllIdZ2S7Y0/uDs4AUwTYwseMs0uOkSBCxmtYsOasK0hqIVLyhHzEvqzXpa9Lbeid2BVzrfQh+rDh/slf0r/ZJdbolfk5O6vPsspeh9+o2H3Mx5bY4UBl8AOQGG1EAAAAeNpjYGbACwAAfQAEeNrFV3twVNUZP4/LPrK52U0CIRrCXbLLuuwSEm+AYJTN3TzwETcESG2CFALKymsgmMBUa0mw41jHKpnaqYKtRLGVapXdcx1djOjOdGq1HYeM0w74KEmrjtUqobbq+Ex/59wIOsNf/acbft/vO+f7ne9859xzdw/JQtKpzWAHSCUxtBn4m66Vksvgl9quSiOY0wrtwiJTsiidaeY0nx0NGv5kQCshgwAjfthGYB3AlaXE0krE9+usHOhGh7Y7tMWhzjrrWQivInWTea3Enlluym67oNAclOzxynaxWF1nJb1aMblG6YrJKodFR50Kp2SWYnK502u3tDqjmpzuxJS4oc5IhtEOAhbQCxwBzgAuVF9MaoAhYBLQVEvqBoB9wDAwLrUqm6fOn6zQAogE1NoD2KkAxgSw9h7Ni7VnlPVrHuyKhywHDmpuomkFgmwzjiIJt1tVpdyOL1AsovNMFRAXzjKPaZztJxcRAx1UlFWoCBFNTVPO4iWOY8eqzbFkgUbIBMA0olESdUbZ0QXmmefRpvwr4qdU9vIv7MB0zMa/tP2lppUM8E9JB8BIhmdJHmBkB/+IDAAM8iOi+mI5ET9iFxSZAegnSBAYBDgZhqWqbQFSP2GXlsn07wh/sRo3JmoXOo4dKDc7ktP5G6jnJf4KCRGD/x08G/wHMA4ef4G/SHRV58O2P2AOYr5DkB/iN5F5CP+K30xM8GG+h1Qo2auiyJnnVRGNmckC/gi/RUn6+E6yELyNbxWmERzhD8vzyN+3vT5Z3/siMMM8xt/lW8l0qN6CaqbhP8a3kxpAriRne3VzKFnIc1hmDttioEZKDipr8VcEEmG+3/BBUobYcb6XzAA/ym8VM4z8CP9EyT6WWTDfQzgxkmy9yMwnvfwheUL4h9jxD9Vs/7EjS0ySjPCfkFqAYVPfhPcmvAA/De80HtNpPJrTeDSnUcVpHFrCP0DkA2hq+CnSy18nQ8BB+BpS3iSwg0eVE46aR/kP+S3YicAI9o6id4/tLZKV3SJKSpXsFvmCNx7jJ8hygKH4k/KN3DHC71ZLGbLLK+SAPwtvIbbuB86zwMCb5TM4xgf5rWon9qodyDyHJs4//5EaPGkXFpsDePqdaO6A3QeMAhOABlkn1tBJ1gEc8g67yG/6R/hqNfhKUVRnHONXYOlXqN26QsyoUjVfPuVoflEx23xOOqSaEmJqRZpL1BgrRngbzs9y3i6uN1D7CoG8cmC7vaTBrB3h7Wov2oURcrpF6QXKWSa8zrlqtguKZSUtShgXniLVHZ96JXnMnj7TNHBOG9Rq62AJr8fjq8ejqcd7UqcehmkHSnD6r+emWpFJeoBhIANoeMYm5CaesUnGVY+fL8ZyF5NJgOPZLiZnAHzV8ItJI7APeB4YB6ap3h6Aob8WM/TADgEMGWvQDsBaQA8wCAwDeeAM4CbHeTXmqYa6FnYQyABjgIZnNR91zEeshAfJlx5CDDLA9lsNdIAM0AE2wAe0gWkDgYFij7Vo7nzT2iLNAmmiMPU93l7voJfXei1vh5cHvEEvy03mhbuhDmSVuBrqXku9l/osxUvqh1xDbnY8WUiLyRgwAXBynAbQCqAVsG7nxxNjiYkEP54aS02k+PFTY6cmTvHj1WPVE9XcSlU0mPXr6A46QPdRzaA1tJEup9o6voMP8H1cM3gNb8RZ0Hp8vb5BH6/1Wb4OHw/4gj425Bv2ZXx53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format("woff");
}
.stl_10 {
	font-size: 1.17em;
	font-family: "HTWEIE+Times New Roman Bold";
	color: #000000;
}
.stl_11 {
	line-height: 1.107422em;
}
.stl_12 {
	letter-spacing: -0.0043em;
}

.stl_ie .stl_12 {
	letter-spacing: -0.08px;
}
.stl_13 {
	letter-spacing: 0.001em;
}

.stl_ie .stl_13 {
	letter-spacing: 0.0187px;
}
.stl_14 {
	letter-spacing: 0em;
}

.stl_ie .stl_14 {
	letter-spacing: 0px;
}
.stl_15 {
	letter-spacing: 0.0027em;
}

.stl_ie .stl_15 {
	letter-spacing: 0.0499px;
}
.stl_16 {
	letter-spacing: 0.0011em;
}

.stl_ie .stl_16 {
	letter-spacing: 0.0214px;
}
.stl_17 {
	font-size: 1em;
	font-family: "THUCHD+KaiTi_GB2312", "Times New Roman";
	color: #000000;
}
.stl_18 {
	letter-spacing: 0.0005em;
}

.stl_ie .stl_18 {
	letter-spacing: 0.008px;
}
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}
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}
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}

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}
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}

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}
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}

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}

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}
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}

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}
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}

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}
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}

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}
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}

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}
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}

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}
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}
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}
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}

.stl_ie .stl_65 {
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}
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}

.stl_ie .stl_66 {
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}
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}

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}
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}

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}
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}

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}
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}

.stl_ie .stl_70 {
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}
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}

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}
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}

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}
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}

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}
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}

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}
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}

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}
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}

.stl_ie .stl_76 {
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}
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	letter-spacing: -0.0036em;
}

.stl_ie .stl_77 {
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}
.stl_78 {
	letter-spacing: -0.0054em;
}

.stl_ie .stl_78 {
	letter-spacing: -0.0767px;
}
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 <body> 
  <div class="stl_ stl_02"> 
   <div class="stl_03"> 
    <img src="" alt="" class="stl_04"> 
   </div> 
   <div class="stl_view"> 
    <div class="stl_05 stl_06"> 
     <div class="stl_01" style="left:12.5317em;top:6.6024em;">
      <span class="stl_07 stl_08 stl_09" style="font-weight:bold;word-spacing:0.0028em;">中金沪深 </span><span class="stl_10 stl_11 stl_12" style="word-spacing:0.0021em;">300 </span><span class="stl_07 stl_08 stl_13" style="font-weight:bold;">指数型证券投资基金（</span><span class="stl_10 stl_11 stl_14" style="word-spacing:-0.0064em;">C </span><span class="stl_07 stl_08 stl_15" style="font-weight:bold;">类份额） &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:20.1242em;top:9.2395em;">
      <span class="stl_07 stl_08 stl_16" style="font-weight:bold;">基金产品资料概要 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:32.3658em;top:11.5639em;">
      <span class="stl_17 stl_08 stl_18">编制日期：</span><span class="stl_19 stl_11 stl_14">2025 </span><span class="stl_17 stl_08 stl_14">年 </span><span class="stl_19 stl_11 stl_14">4 </span><span class="stl_17 stl_08 stl_14" style="word-spacing:0em;">月 </span><span class="stl_19 stl_11 stl_14">29 </span><span class="stl_17 stl_08 stl_14">日 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:18.6842em;top:13.5139em;">
      <span class="stl_17 stl_08 stl_14">送出日期：</span><span class="stl_19 stl_11 stl_14">2025 </span><span class="stl_17 stl_08 stl_14" style="word-spacing:0.0017em;">年 </span><span class="stl_19 stl_11 stl_14">5 </span><span class="stl_17 stl_08 stl_14">月 </span><span class="stl_19 stl_11 stl_14">8 </span><span class="stl_17 stl_08 stl_14">日 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:12.2517em;top:15.4956em;">
      <span class="stl_17 stl_08 stl_20" style="font-weight:bold;">本概要提供本基金的重要信息，是招募说明书的一部分。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:12.2517em;top:17.4456em;">
      <span class="stl_17 stl_08 stl_20" style="font-weight:bold;">作出投资决定前，请阅读完整的招募说明书等销售文件。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:19.8613em;">
      <span class="stl_21 stl_08 stl_15" style="font-weight:bold;">一、产品概况 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:21.3113em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">基金简称 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:12.1017em;top:21.2833em;">
      <span class="stl_21 stl_08 stl_22" style="word-spacing:0.007em;">中金沪深 </span><span class="stl_23 stl_11 stl_12" style="word-spacing:0.0085em;">300 </span><span class="stl_21 stl_08 stl_24">指数 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:12.1017em;top:22.9733em;">
      <span class="stl_21 stl_08 stl_22" style="word-spacing:0.007em;">中金沪深 </span><span class="stl_23 stl_11 stl_12" style="word-spacing:0.0085em;">300 </span><span class="stl_21 stl_08 stl_24" style="word-spacing:0.0114em;">指数 </span><span class="stl_23 stl_11 stl_24" style="word-spacing:0.0114em;">C &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:12.1017em;top:24.7013em;">
      <span class="stl_21 stl_08 stl_25">中金基金管理有限公司 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:12.1017em;top:26.3633em;">
      <span class="stl_23 stl_11 stl_14">-</span>
     </div> 
     <div class="stl_01" style="left:23.7042em;top:21.3113em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">基金代码 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:33.5758em;top:21.2733em;">
      <span class="stl_23 stl_11 stl_14">023146 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:23.0013em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">下属基金简称 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:24.7013em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">基金管理人 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:26.4013em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">基金合同生效日 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:28.0913em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">基金类型 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:23.7042em;top:23.0013em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">下属基金交易代码 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:23.7042em;top:24.7013em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">基金托管人 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:33.5758em;top:22.9633em;">
      <span class="stl_23 stl_11 stl_14">023147 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:33.5758em;top:24.7013em;">
      <span class="stl_21 stl_08 stl_26">中国建设银行股份有限公司 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:23.7042em;top:26.4013em;">
      <span class="stl_21 stl_08 stl_27" style="font-weight:bold;">上市交易所及上市日期 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:23.7042em;top:28.0913em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">交易币种 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:33.5758em;top:26.3633em;">
      <span class="stl_23 stl_11 stl_14">-</span>
     </div> 
     <div class="stl_01" style="left:12.1017em;top:28.0913em;">
      <span class="stl_21 stl_08 stl_14">股票型 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:33.5758em;top:28.0913em;">
      <span class="stl_21 stl_08 stl_14">人民币 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:29.7913em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">运作方式 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:12.1017em;top:29.7913em;">
      <span class="stl_21 stl_08 stl_28">普通开放式 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:23.7042em;top:29.7913em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">开放频率 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:33.5758em;top:29.7913em;">
      <span class="stl_21 stl_08 stl_28">每个开放日 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:23.7042em;top:31.3113em;">
      <span class="stl_21 stl_08 stl_29" style="font-weight:bold;">开始担任本基金基金经 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:23.7042em;top:32.6113em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">理的日期 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:33.5758em;top:31.9233em;">
      <span class="stl_23 stl_11 stl_14">-</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:32.6313em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">基金经理 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:12.1017em;top:32.6313em;">
      <span class="stl_21 stl_08 stl_14">刘重晋 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:23.7042em;top:33.9529em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">证券从业日期 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:33.5758em;top:33.925em;">
      <span class="stl_23 stl_11 stl_14" style="word-spacing:-0.0114em;">2012 </span><span class="stl_21 stl_08 stl_14" style="word-spacing:0em;">年 </span><span class="stl_23 stl_11 stl_09" style="word-spacing:-0.017em;">02 </span><span class="stl_21 stl_08 stl_14" style="word-spacing:0em;">月 </span><span class="stl_23 stl_11 stl_24" style="word-spacing:0.0227em;">22 </span><span class="stl_21 stl_08 stl_24" style="word-spacing:0.0227em;">日 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:36.0129em;">
      <span class="stl_21 stl_08 stl_30" style="font-weight:bold;">二、基金投资与净值表现 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:37.935em;">
      <span class="stl_31 stl_11 stl_32">(</span><span class="stl_21 stl_08 stl_33" style="font-weight:bold;">一</span><span class="stl_31 stl_11 stl_14" style="word-spacing:0.0647em;">) </span><span class="stl_21 stl_08 stl_14" style="font-weight:bold;">投资目标与投资策略 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:39.3929em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">投资目标 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:39.4629em;z-index:470;">
      <span class="stl_21 stl_08 stl_34">本基金采用指数化投资策略</span><span class="stl_21 stl_08 stl_35">，</span><span class="stl_21 stl_08 stl_14">紧</span><span class="stl_21 stl_08 stl_36">密跟踪标的指数</span><span class="stl_21 stl_08 stl_35">，</span><span class="stl_21 stl_08 stl_37">追</span><span class="stl_21 stl_08 stl_38">求跟踪偏离度和跟踪误差的最小化。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:40.935em;">
      <span class="stl_21 stl_08 stl_39" style="word-spacing:0.0127em;">标的指数：沪深 </span><span class="stl_23 stl_11 stl_14" style="word-spacing:-0.0114em;">300 </span><span class="stl_21 stl_08 stl_14">指数 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:42.2629em;z-index:542;">
      <span class="stl_21 stl_08 stl_40">本基金主要投资于标的指数成份股和备选成份股（含存托凭证</span><span class="stl_21 stl_08 stl_41">）</span><span class="stl_21 stl_08 stl_14">。</span><span class="stl_21 stl_08 stl_42">为更好地实现投资目 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:43.5629em;">
      <span class="stl_21 stl_08 stl_43">标，本基金还可少量投资于其他股票（非标的指数成份股及其备选成份股，包括主板、 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:44.8629em;z-index:619;">
      <span class="stl_21 stl_08 stl_44">创业板、科创板及其他经中国证监会允许上市的股票、存托凭证</span><span class="stl_21 stl_08 stl_45">）</span><span class="stl_21 stl_08 stl_46">、</span><span class="stl_21 stl_08 stl_47">债券（包括国债、 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:46.1629em;">
      <span class="stl_21 stl_08 stl_22">金融债</span><span class="stl_21 stl_08 stl_48">、</span><span class="stl_21 stl_08 stl_14">地</span><span class="stl_21 stl_08 stl_49">方政府债、企业债、公司债、公开发行的次级债、可转换债券、可交换债券、 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:47.4654em;">
      <span class="stl_21 stl_08 stl_50">央行票据、中期票据、短期融资券、超短期融资券、政府支持机构债券、政府支持债券 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:48.7654em;z-index:707;">
      <span class="stl_21 stl_08 stl_46">等</span><span class="stl_21 stl_08 stl_41">）</span><span class="stl_21 stl_08 stl_14">、</span><span class="stl_21 stl_08 stl_51">资产支持证券、货币市场工具、同业存单、银行存款、债券回购、股指期货、股 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:50.0654em;">
      <span class="stl_21 stl_08 stl_52">票期权、国债期货以及法律法规或中国证监会允许基金投资的其他金融工具（但须符合 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:51.3654em;z-index:791;">
      <span class="stl_21 stl_08 stl_25">中国证监会相关规定</span><span class="stl_21 stl_08 stl_45">）</span><span class="stl_21 stl_08 stl_45">。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:51.2954em;">
      <span class="stl_53 stl_08 stl_14" style="font-weight:bold;">投资范围 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:52.6654em;">
      <span class="stl_21 stl_08 stl_26">本基金可以根据相关法律法规的规定参与融资和转融通证券出借业务。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:53.9654em;">
      <span class="stl_21 stl_08 stl_52">如法律法规或监管机构以后允许基金投资其他品种，基金管理人在履行适当程序后，可 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:55.2654em;">
      <span class="stl_21 stl_08 stl_25">以将其纳入投资范围。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:56.5654em;z-index:903;">
      <span class="stl_21 stl_08 stl_39">基金的投资组合比例为</span><span class="stl_21 stl_08 stl_54">：</span><span class="stl_21 stl_08 stl_14">本</span><span class="stl_21 stl_08 stl_55">基金投资于标的指数的成份股及其备选成份</span><span class="stl_21 stl_08 stl_35">股</span><span class="stl_21 stl_08 stl_37">（</span><span class="stl_21 stl_08 stl_56">含存托凭证） &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:57.8375em;">
      <span class="stl_21 stl_08 stl_34" style="word-spacing:0.0102em;">的比例不低于基金资产净值的 </span><span class="stl_23 stl_11 stl_25">90%</span><span class="stl_21 stl_08 stl_57">，</span><span class="stl_21 stl_08 stl_14">且</span><span class="stl_21 stl_08 stl_39" style="word-spacing:0.0107em;">不低于非现金基金资产的 </span><span class="stl_23 stl_11 stl_58">80%</span><span class="stl_21 stl_08 stl_59">。</span><span class="stl_21 stl_08 stl_37">每</span><span class="stl_21 stl_08 stl_56">个交易日日终 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:59.1654em;">
      <span class="stl_21 stl_08 stl_52">在扣除股指期货、国债期货和股票期权合约需缴纳的交易保证金后，本基金保持现金或 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:60.4392em;">
      <span class="stl_21 stl_08 stl_60" style="word-spacing:0.2586em;">到期日在一年以内的政府债券不低于基金资产净值的 </span><span class="stl_23 stl_11 stl_61">5%</span><span class="stl_21 stl_08 stl_22">，其中，现金不包括结算备付 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:61.7671em;">
      <span class="stl_21 stl_08 stl_62">金、存出保证金、应收申购款等。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:22.1142em;top:65.075em;">
      <span class="stl_63 stl_08 stl_14" style="word-spacing:0.3367em;">第 </span><span class="stl_64 stl_11 stl_14" style="word-spacing:-0.0033em;">1 </span><span class="stl_63 stl_08 stl_14" style="word-spacing:0.2967em;">页 共 </span><span class="stl_64 stl_11 stl_14" style="word-spacing:-0.0011em;">3 </span><span class="stl_63 stl_08 stl_14" style="word-spacing:-0.0011em;">页 &nbsp;</span>
     </div> 
    </div> 
   </div> 
  </div> 
  <div class="stl_ stl_02"> 
   <div class="stl_03"> 
    <img src="" alt="" class="stl_04"> 
   </div> 
   <div class="stl_view"> 
    <div class="stl_05 stl_06"> 
     <div class="stl_01" style="left:23.4242em;top:3.555em;">
      <span class="stl_63 stl_08 stl_14" style="word-spacing:0.0056em;">中金沪深 </span><span class="stl_64 stl_11 stl_14" style="word-spacing:-0.0033em;">300 </span><span class="stl_63 stl_08 stl_65">指数型证券投资基金（</span><span class="stl_64 stl_11 stl_14" style="word-spacing:-0.0103em;">C </span><span class="stl_63 stl_08 stl_14">类份额）基金产品资料概要 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:6.2488em;">
      <span class="stl_21 stl_08 stl_52">如果法律法规或中国证监会变更投资品种的投资比例限制，基金管理人在履行适当程序 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:7.5487em;">
      <span class="stl_21 stl_08 stl_66">后，可以调整上述投资品种的投资比例。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:8.8887em;">
      <span class="stl_21 stl_08 stl_52">本基金主要采取完全复制法，即完全按照标的指数的成份股组成及其权重构建基金股票 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:10.1888em;">
      <span class="stl_21 stl_08 stl_52">投资组合，并根据标的指数成份股及其权重的变动进行相应调整。本基金力争将日均跟 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:11.4608em;">
      <span class="stl_21 stl_08 stl_56" style="word-spacing:-0.0012em;">踪偏离度的绝对值控制在 </span><span class="stl_23 stl_11 stl_67">0.35%</span><span class="stl_21 stl_08 stl_43" style="word-spacing:-0.0013em;">以内，年化跟踪误差控制在 </span><span class="stl_23 stl_11 stl_61">4%</span><span class="stl_21 stl_08 stl_68">以内。具体包括：</span><span class="stl_23 stl_11 stl_14">1</span><span class="stl_21 stl_08 stl_24">、资 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:12.7608em;">
      <span class="stl_21 stl_08 stl_69">产配置策略；</span><span class="stl_23 stl_11 stl_14">2</span><span class="stl_21 stl_08 stl_44">、股票投资策略；</span><span class="stl_23 stl_11 stl_70">3</span><span class="stl_21 stl_08 stl_71">、存托凭证投资策略；</span><span class="stl_23 stl_11 stl_14">4</span><span class="stl_21 stl_08 stl_72">、债券和货币市场工具投资 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:14.0608em;">
      <span class="stl_21 stl_08 stl_73">策略；</span><span class="stl_23 stl_11 stl_24">5</span><span class="stl_21 stl_08 stl_74">、股指期货、国债期货及股票期权的投资策略；</span><span class="stl_23 stl_11 stl_24">6</span><span class="stl_21 stl_08 stl_75">、转融通证券出借业务投资策 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:15.3608em;">
      <span class="stl_21 stl_08 stl_14">略；</span><span class="stl_23 stl_11 stl_24">7</span><span class="stl_21 stl_08 stl_62">、融资投资策略。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:12.0688em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">主要投资策略 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:16.8188em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">业绩比较基准 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:19.6213em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">风险收益特征 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:16.8608em;">
      <span class="stl_21 stl_08 stl_14" style="word-spacing:0em;">沪深 </span><span class="stl_23 stl_11 stl_39" style="word-spacing:0.0106em;">300 </span><span class="stl_21 stl_08 stl_76">指数收益率</span><span class="stl_23 stl_11 stl_77">×95%+</span><span class="stl_21 stl_08 stl_39">银行活期存款税后利率</span><span class="stl_23 stl_11 stl_32">×5%</span><span class="stl_21 stl_08 stl_32">。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:18.3888em;">
      <span class="stl_21 stl_08 stl_52">本基金属于采用指数化操作的股票型基金，其预期的风险和收益高于货币市场基金、债 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:19.6913em;">
      <span class="stl_21 stl_08 stl_52">券型基金、混合型基金。本基金主要投资于标的指数成份股及其备选成份股，具有与标 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.9317em;top:20.9913em;">
      <span class="stl_21 stl_08 stl_34">的指数相似的风险收益特征。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:22.3033em;">
      <span class="stl_21 stl_08 stl_78" style="word-spacing:0.0109em;">注：详见《中金沪深 </span><span class="stl_23 stl_11 stl_14" style="word-spacing:-0.0114em;">300 </span><span class="stl_21 stl_08 stl_66">指数型证券投资基金招募说明书》第九部分</span><span class="stl_79 stl_11 stl_80">“</span><span class="stl_21 stl_08 stl_66">基金的投资</span><span class="stl_79 stl_11 stl_80">”</span><span class="stl_21 stl_08 stl_80">。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:24.2533em;">
      <span class="stl_31 stl_11 stl_32">(</span><span class="stl_21 stl_08 stl_33" style="font-weight:bold;">二</span><span class="stl_31 stl_11 stl_14" style="word-spacing:0.0647em;">) </span><span class="stl_21 stl_08 stl_14" style="font-weight:bold;">投资组合资产配置图表</span><span class="stl_31 stl_11 stl_81">/</span><span class="stl_21 stl_08 stl_14" style="font-weight:bold;">区域配置图表 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:25.5813em;">
      <span class="stl_21 stl_08 stl_82">注：暂无。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:27.5033em;">
      <span class="stl_31 stl_11 stl_32">(</span><span class="stl_21 stl_08 stl_33" style="font-weight:bold;">三</span><span class="stl_31 stl_11 stl_14" style="word-spacing:0.0647em;">) </span><span class="stl_21 stl_08 stl_61" style="font-weight:bold;">自基金合同生效以来基金每年的净值增长率及与同期业绩比较基准的比较图 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:28.8313em;">
      <span class="stl_21 stl_08 stl_82">注：暂无。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:30.7813em;">
      <span class="stl_21 stl_08 stl_83" style="font-weight:bold;">三、投资本基金涉及的费用 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:32.7033em;">
      <span class="stl_31 stl_11 stl_32">(</span><span class="stl_21 stl_08 stl_33" style="font-weight:bold;">一</span><span class="stl_31 stl_11 stl_14" style="word-spacing:0.0647em;">) </span><span class="stl_21 stl_08 stl_14" style="font-weight:bold;">基金销售相关费用 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:34.005em;">
      <span class="stl_21 stl_08 stl_60">以下费用在认购</span><span class="stl_23 stl_11 stl_81">/</span><span class="stl_21 stl_08 stl_14">申购</span><span class="stl_23 stl_11 stl_38">/</span><span class="stl_21 stl_08 stl_84">赎回基金过程中收取： &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:5.832em;top:35.3829em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">费用类型 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.272em;top:36.8429em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">认购费 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:11.7217em;top:35.355em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">份额（</span><span class="stl_31 stl_11 stl_85">S</span><span class="stl_21 stl_08 stl_86" style="font-weight:bold;">）或金额（</span><span class="stl_31 stl_11 stl_80">M</span><span class="stl_21 stl_08 stl_70" style="font-weight:bold;">）</span><span class="stl_31 stl_11 stl_81">/</span><span class="stl_21 stl_08 stl_14" style="font-weight:bold;">持有期限（</span><span class="stl_31 stl_11 stl_36">N</span><span class="stl_21 stl_08 stl_36" style="font-weight:bold;">） &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:21.0442em;top:36.795em;">
      <span class="stl_21 stl_08 stl_39" style="word-spacing:0.0106em;">本基金 </span><span class="stl_23 stl_11 stl_14" style="word-spacing:-0.0079em;">C </span><span class="stl_21 stl_08 stl_39">类基金份额不收取认购费 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:21.0442em;top:38.245em;">
      <span class="stl_21 stl_08 stl_39" style="word-spacing:0.0106em;">本基金 </span><span class="stl_23 stl_11 stl_14" style="word-spacing:-0.0079em;">C </span><span class="stl_21 stl_08 stl_39">类基金份额不收取申购费 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:33.1958em;top:35.355em;">
      <span class="stl_21 stl_08 stl_09" style="font-weight:bold;">收费方式</span><span class="stl_31 stl_11 stl_81">/</span><span class="stl_21 stl_08 stl_14" style="font-weight:bold;">费率 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:38.3029em;z-index:701;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">申购</span><span class="stl_21 stl_08 stl_87" style="font-weight:bold;">费</span><span class="stl_21 stl_08 stl_14" style="font-weight:bold;">（</span><span class="stl_21 stl_08 stl_14" style="font-weight:bold;">前收费） &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:17.8942em;top:39.735em;">
      <span class="stl_23 stl_11 stl_72">N</span><span class="stl_21 stl_08 stl_24">＜</span><span class="stl_23 stl_11 stl_14" style="word-spacing:0em;">7 </span><span class="stl_21 stl_08 stl_14" style="word-spacing:0em;">天 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:18.0942em;top:41.195em;">
      <span class="stl_79 stl_11 stl_14" style="word-spacing:-0.0096em;">N≥7 </span><span class="stl_21 stl_08 stl_14" style="word-spacing:-0.0096em;">天 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:34.8258em;top:39.735em;">
      <span class="stl_23 stl_11 stl_14">1.50% &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:35.3658em;top:41.195em;">
      <span class="stl_23 stl_11 stl_14">0% &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.272em;top:40.4929em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">赎回费 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:43.285em;">
      <span class="stl_31 stl_11 stl_32">(</span><span class="stl_21 stl_08 stl_33" style="font-weight:bold;">二</span><span class="stl_31 stl_11 stl_14" style="word-spacing:0.0647em;">) </span><span class="stl_21 stl_08 stl_14" style="font-weight:bold;">基金运作相关费用 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:44.6129em;">
      <span class="stl_21 stl_08 stl_88">以下费用将从基金资产中扣除： &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:5.842em;top:45.9429em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">费用类别 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.272em;top:47.4054em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">管理费 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:14.8917em;top:45.915em;">
      <span class="stl_21 stl_08 stl_89" style="font-weight:bold;">收费方式</span><span class="stl_31 stl_11 stl_81">/</span><span class="stl_21 stl_08 stl_14" style="font-weight:bold;">年费率或金额 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:34.6358em;top:45.9429em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">收取方 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:31.5758em;top:47.4054em;">
      <span class="stl_21 stl_08 stl_25">基金管理人和销售机构 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:33.7658em;top:48.8654em;">
      <span class="stl_21 stl_08 stl_28">基金托管人 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:18.2842em;top:47.3675em;">
      <span class="stl_23 stl_11 stl_14">0.15% &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:18.2842em;top:48.8275em;">
      <span class="stl_23 stl_11 stl_14">0.05% &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:18.2842em;top:50.2875em;">
      <span class="stl_23 stl_11 stl_14">0.20% &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.272em;top:48.8654em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">托管费 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:5.402em;top:50.3254em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">销售服务费 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:5.842em;top:51.7754em;">
      <span class="stl_21 stl_08 stl_14" style="font-weight:bold;">其他费用 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:34.2058em;top:50.3254em;">
      <span class="stl_21 stl_08 stl_22">销售机构 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:17.1742em;top:51.7754em;">
      <span class="stl_21 stl_08 stl_26">费用的计算方式及支付方式详见招募说明书及相关公告 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:53.2454em;">
      <span class="stl_21 stl_08 stl_26">注：本基金交易证券、基金等产生的费用和税负，按实际发生金额从基金资产扣除。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:55.1675em;">
      <span class="stl_31 stl_11 stl_32">(</span><span class="stl_21 stl_08 stl_33" style="font-weight:bold;">三</span><span class="stl_31 stl_11 stl_14" style="word-spacing:0.0647em;">) </span><span class="stl_21 stl_08 stl_27" style="font-weight:bold;">基金运作综合费用测算 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.252em;top:56.4954em;">
      <span class="stl_21 stl_08 stl_28">注：暂无。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:58.4454em;">
      <span class="stl_21 stl_08 stl_30" style="font-weight:bold;">四、风险揭示与重要提示 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:60.3675em;">
      <span class="stl_31 stl_11 stl_32">(</span><span class="stl_21 stl_08 stl_33" style="font-weight:bold;">一</span><span class="stl_31 stl_11 stl_14" style="word-spacing:0.0647em;">) </span><span class="stl_21 stl_08 stl_14" style="font-weight:bold;">风险揭示 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.252em;top:61.6971em;">
      <span class="stl_21 stl_08 stl_43">本基金不提供任何保证。投资者可能损失投资本金。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.262em;top:62.9971em;">
      <span class="stl_21 stl_08 stl_43">投资有风险，投资者购买基金时应认真阅读本基金的《招募说明书》等销售文件。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:22.1142em;top:65.075em;">
      <span class="stl_63 stl_08 stl_14" style="word-spacing:0.3367em;">第 </span><span class="stl_64 stl_11 stl_14" style="word-spacing:-0.0033em;">2 </span><span class="stl_63 stl_08 stl_14" style="word-spacing:0.2967em;">页 共 </span><span class="stl_64 stl_11 stl_14" style="word-spacing:-0.0011em;">3 </span><span class="stl_63 stl_08 stl_14" style="word-spacing:-0.0011em;">页 &nbsp;</span>
     </div> 
    </div> 
   </div> 
  </div> 
  <div class="stl_ stl_02"> 
   <div class="stl_03"> 
    <img src="" alt="" class="stl_04"> 
   </div> 
   <div class="stl_view"> 
    <div class="stl_05 stl_06"> 
     <div class="stl_01" style="left:23.4242em;top:3.555em;">
      <span class="stl_63 stl_08 stl_14" style="word-spacing:0.0056em;">中金沪深 </span><span class="stl_64 stl_11 stl_14" style="word-spacing:-0.0033em;">300 </span><span class="stl_63 stl_08 stl_65">指数型证券投资基金（</span><span class="stl_64 stl_11 stl_14" style="word-spacing:-0.0103em;">C </span><span class="stl_63 stl_08 stl_14">类份额）基金产品资料概要 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.262em;top:6.2088em;">
      <span class="stl_21 stl_08 stl_39">投资于本基金的主要风险有： &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.262em;top:7.4808em;">
      <span class="stl_23 stl_11 stl_14">1</span><span class="stl_21 stl_08 stl_90">、市场风险，主要包括：（</span><span class="stl_23 stl_11 stl_14">1</span><span class="stl_21 stl_08 stl_91">）政策风险；（</span><span class="stl_23 stl_11 stl_24">2</span><span class="stl_21 stl_08 stl_84">）经济周期风险；（</span><span class="stl_23 stl_11 stl_14">3</span><span class="stl_21 stl_08 stl_92">）利率风险；（</span><span class="stl_23 stl_11 stl_14">4</span><span class="stl_21 stl_08 stl_93">）债券收益率曲 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:8.7808em;">
      <span class="stl_21 stl_08 stl_75">线风险；（</span><span class="stl_23 stl_11 stl_14">5</span><span class="stl_21 stl_08 stl_94">）上市公司经营风险；（</span><span class="stl_23 stl_11 stl_14">6</span><span class="stl_21 stl_08 stl_95">）购买力风险；（</span><span class="stl_23 stl_11 stl_96">7</span><span class="stl_21 stl_08 stl_50">）再投资风险；（</span><span class="stl_23 stl_11 stl_24">8</span><span class="stl_21 stl_08 stl_68">）债券回购风险；</span><span class="stl_23 stl_11 stl_14">2</span><span class="stl_21 stl_08 stl_97">、信用风 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:10.0808em;">
      <span class="stl_21 stl_08 stl_98">险；</span><span class="stl_23 stl_11 stl_14">3</span><span class="stl_21 stl_08 stl_99">、流动性风险；</span><span class="stl_23 stl_11 stl_70">4</span><span class="stl_21 stl_08 stl_47">、管理风险；</span><span class="stl_23 stl_11 stl_14">5</span><span class="stl_21 stl_08 stl_96">、估值风险；</span><span class="stl_23 stl_11 stl_70">6</span><span class="stl_21 stl_08 stl_15">、操作及技术风险；</span><span class="stl_23 stl_11 stl_70">7</span><span class="stl_21 stl_08 stl_20">、合规性风险；</span><span class="stl_23 stl_11 stl_14">8</span><span class="stl_21 stl_08 stl_100">、本基金法律 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:11.3808em;">
      <span class="stl_21 stl_08 stl_62">文件风险收益特征表述与销售机构基金风险评价可能不一致的风险；</span><span class="stl_23 stl_11 stl_24">9</span><span class="stl_21 stl_08 stl_56">、其他风险； &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.272em;top:12.6808em;">
      <span class="stl_23 stl_11 stl_14">10</span><span class="stl_21 stl_08 stl_20">、本基金特有风险：（</span><span class="stl_23 stl_11 stl_14">1</span><span class="stl_21 stl_08 stl_101">）标的指数回报与股票市场平均回报偏离的风险；（</span><span class="stl_23 stl_11 stl_102">2</span><span class="stl_21 stl_08 stl_103">）标的指数波动的风 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:13.9808em;">
      <span class="stl_21 stl_08 stl_60">险；（</span><span class="stl_23 stl_11 stl_14">3</span><span class="stl_21 stl_08 stl_55">）基金投资组合回报与标的指数回报偏离的风险；（</span><span class="stl_23 stl_11 stl_24">4</span><span class="stl_21 stl_08 stl_39">）跟踪误差控制未达约定目标的风险；（</span><span class="stl_23 stl_11 stl_24">5</span><span class="stl_21 stl_08 stl_24">） &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:15.2808em;">
      <span class="stl_21 stl_08 stl_56">成份股停牌的风险；（</span><span class="stl_23 stl_11 stl_24">6</span><span class="stl_21 stl_08 stl_25">）成份股退市的风险；（</span><span class="stl_23 stl_11 stl_24">7</span><span class="stl_21 stl_08 stl_62">）指数编制机构停止服务的风险；（</span><span class="stl_23 stl_11 stl_24">8</span><span class="stl_21 stl_08 stl_36">）期货投资风险； &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:16.5808em;">
      <span class="stl_21 stl_08 stl_104">（</span><span class="stl_23 stl_11 stl_14">9</span><span class="stl_21 stl_08 stl_105">）资产支持证券投资风险；（</span><span class="stl_23 stl_11 stl_106">10</span><span class="stl_21 stl_08 stl_107">）期权投资风险；（</span><span class="stl_23 stl_11 stl_108">11</span><span class="stl_21 stl_08 stl_109">）流动性受限证券投资风险；（</span><span class="stl_23 stl_11 stl_14">12</span><span class="stl_21 stl_08 stl_110">）转融通证券 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:17.8808em;">
      <span class="stl_21 stl_08 stl_58">出借业务风险；（</span><span class="stl_23 stl_11 stl_106">13</span><span class="stl_21 stl_08 stl_66">）参与融资业务的风险；（</span><span class="stl_23 stl_11 stl_106">14</span><span class="stl_21 stl_08 stl_43">）存托凭证投资风险；（</span><span class="stl_23 stl_11 stl_106">15</span><span class="stl_21 stl_08 stl_39">）启用侧袋机制的风险。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:19.8333em;">
      <span class="stl_31 stl_11 stl_32">(</span><span class="stl_21 stl_08 stl_33" style="font-weight:bold;">二</span><span class="stl_31 stl_11 stl_14" style="word-spacing:0.0647em;">) </span><span class="stl_21 stl_08 stl_14" style="font-weight:bold;">重要提示 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.252em;top:21.1333em;">
      <span class="stl_21 stl_08 stl_39" style="word-spacing:0.0433em;">本基金的募集申请于 </span><span class="stl_23 stl_11 stl_111" style="word-spacing:0.0331em;">2024 </span><span class="stl_21 stl_08 stl_14" style="word-spacing:0.0341em;">年 </span><span class="stl_23 stl_11 stl_24" style="word-spacing:0.0455em;">12 </span><span class="stl_21 stl_08 stl_14" style="word-spacing:0.0341em;">月 </span><span class="stl_23 stl_11 stl_24" style="word-spacing:0.0568em;">23 </span><span class="stl_21 stl_08 stl_43">日经中国证监会证监许可</span><span class="stl_23 stl_11 stl_66" style="word-spacing:0.0423em;">[2024]1893 </span><span class="stl_21 stl_08 stl_84" style="word-spacing:0.0473em;">号《关于准予中金沪深 </span><span class="stl_23 stl_11 stl_106">300 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:22.4613em;">
      <span class="stl_21 stl_08 stl_112">指数型证券投资基金注册的批复》注册。中国证监会对本基金募集的注册，并不表明其对本基金的价值和 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:23.7613em;">
      <span class="stl_21 stl_08 stl_25">收益作出实质性判断或保证，也不表明投资于本基金没有风险。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.262em;top:25.0613em;">
      <span class="stl_21 stl_08 stl_93">基金管理人依照恪尽职守、诚实信用、谨慎勤勉的原则管理和运用基金财产，但不保证基金一定盈利， &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:26.3613em;">
      <span class="stl_21 stl_08 stl_113">也不保证最低收益。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.262em;top:27.6613em;">
      <span class="stl_21 stl_08 stl_38">基金投资者自依基金合同取得基金份额，即成为基金份额持有人和基金合同的当事人。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.272em;top:28.9613em;">
      <span class="stl_21 stl_08 stl_09">基金产品资料概要信息发生重大变更的，基金管理人将在三个工作日内更新，其他信息发生变更的， &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:30.2613em;">
      <span class="stl_21 stl_08 stl_114">基金管理人每年更新一次。因此，本文件内容相比基金的实际情况可能存在一定的滞后，如需及时、准确 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:31.5613em;">
      <span class="stl_21 stl_08 stl_43">获取基金的相关信息，敬请同时关注基金管理人发布的临时相关公告等。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:33.5129em;">
      <span class="stl_21 stl_08 stl_115" style="font-weight:bold;">五、其他资料查询方式 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.252em;top:34.785em;">
      <span class="stl_21 stl_08 stl_116">以下资料详见基金管理人网站：</span><a href="http://www.ciccfund.com" target="_blank"><span class="stl_23 stl_11 stl_77">www.ciccfund.com</span></a><span class="stl_21 stl_08 stl_32">，客服电话：</span><span class="stl_23 stl_11 stl_22">400-868-1166 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.262em;top:36.1129em;">
      <span class="stl_21 stl_08 stl_39">基金合同、托管协议、招募说明书 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.262em;top:37.4129em;">
      <span class="stl_21 stl_08 stl_43">定期报告，包括基金季度报告、中期报告和年度报告 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.262em;top:38.7129em;">
      <span class="stl_21 stl_08 stl_117">基金份额净值 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.262em;top:40.0129em;">
      <span class="stl_21 stl_08 stl_39">基金销售机构及联系方式 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.262em;top:41.3129em;">
      <span class="stl_21 stl_08 stl_117">其他重要资料 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:4.5em;top:43.2629em;">
      <span class="stl_21 stl_08 stl_96" style="font-weight:bold;">六、其他情况说明 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:6.252em;top:44.5629em;">
      <span class="stl_21 stl_08 stl_14">无。 &nbsp;</span>
     </div> 
     <div class="stl_01" style="left:22.1142em;top:65.075em;">
      <span class="stl_63 stl_08 stl_14" style="word-spacing:0.3367em;">第 </span><span class="stl_64 stl_11 stl_14" style="word-spacing:-0.0033em;">3 </span><span class="stl_63 stl_08 stl_14" style="word-spacing:0.2967em;">页 共 </span><span class="stl_64 stl_11 stl_14" style="word-spacing:-0.0011em;">3 </span><span class="stl_63 stl_08 stl_14" style="word-spacing:-0.0011em;">页 &nbsp;</span>
     </div> 
    </div> 
   </div> 
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